A fixed point theorem for (φ,L)-weak contraction mappings on a partial metric space
Citation
closedAccessAbstract
In this paper, we explore (phi, L)-weak contractions of Berinde by obtaining Suzuki-type fixed point results. Thus, we obtain generalized fixed point results for Kannan's, Chatterjea's and Zamfirescu's mappings on a 0-complete partial metric space. In this way we obtain very general fixed point theorems that extend and generalize several related results from the literature. (C)2014 All rights reserved.
Source
Journal Of Nonlinear Sciences And ApplicationsVolume
7Issue
3Collections
- Makale Koleksiyonu [305]
- WOS İndeksli Yayınlar Koleksiyonu [5646]